EDB β€” 18J

↑ ← β†’ ↓ view in whole PDF view in whole HTML

View

English

Exercises

  1. [18J]Let f:(a,b)→ℝ be convex. Show that, for every closed interval IβŠ‚(a,b), there exists a constant C such that f|I is Lipschitz with constant C. Provide an example of a continuous and convex function defined on a closed interval that is not Lipschitz.

Download PDF
Bibliography
Book index
  • function, Lipschitz ---
  • convex function
Managing blob in: Multiple languages
This content is available in: Italian English